STRCESS

We introduce the global limit of transition potential, Φmax, as a fundamental physical constant. Physical entities are defined as chains of configuration transitions occurring within this finite potential, from which specific geometric structures arise as a consequence. We show that, in D = 3, maintaining global consistency under simultaneous transitions requires a cost exceeding Φmax, resulting in a phase separation where active transition regions localize onto D = 2 interfaces. Within this framework, the curvature of spacetime described by General Relativity can be interpreted as a phase delay in the availability of transition potential induced by accumulated history layers. From the single premise of a finite transition potential, this work derives a unified description of spacetime geometry and its interactions while establishing explicit conditions for falsifiabili